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Iterative methods

Dynamics of the family of c iterative methods

Dynamics of the family of c iterative methods

... In this paper, the dynamics of the family of c-iterative methods for solving nonlinear equations are studied on quadratic polynomials. A singular parameter space is presented to show the complexity of the ...

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A multidimensional dynamical approach to iterative methods with memory

A multidimensional dynamical approach to iterative methods with memory

... each iterative method with memory as a discrete dynamical system and we analyze the stability of the fixed points of its rational operator associated on quadratic ...on iterative methods with memory ...

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Bulbs of Period Two in the Family of Chebyshev Halley Iterative Methods on Quadratic Polynomials

Bulbs of Period Two in the Family of Chebyshev Halley Iterative Methods on Quadratic Polynomials

... The cat set as a parameter space of the Chebyshev-Halley family on quadratic polynomials is dynamically very wealthy, as it happens with Mandelbrot set. The head and the body of the cat set are surrounded by bulbs of ...

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Behaviour of fixed and critical points of the  (α, c) −family of iterative methods

Behaviour of fixed and critical points of the (α, c) −family of iterative methods

... In a search of the most stable elements of (α, c)-family, we have found a region of the real (α, c)-plane such that the number of free critical points is reduced. As any basin of attraction must include a critical point, ...

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Dynamics of a multipoint variant of Chebyshev–Halley’s family

Dynamics of a multipoint variant of Chebyshev–Halley’s family

... In this paper, a complex dynamical study of a parametric Chebyshev-Halley type fam- ily of iterative methods on quadratic polynomial is presented. The stability of the fixed points is analyzed in terms of ...

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Chaos  in  King's  iterative  family  

Chaos  in  King's  iterative  family  

... The dynamical behavior of King’s family is very rich. It has been proved that there are many regions with no conver- gence to the roots, and the existence of periodic orbits of arbitrary period has been showed. ...

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Semi convergence of the generalized
local HSS method for singular saddle point problems

Semi convergence of the generalized local HSS method for singular saddle point problems

... In this paper, we consider the GLHSS method for solving singular saddle point problems. The semi-convergence conditions are given, which generalize the result of Zhu [38] for nonsingular saddle point problems to singular ...

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A qualitative study of a nanotube model using an iterative Taylor method

A qualitative study of a nanotube model using an iterative Taylor method

... Iterative methods based in segmentary integration seem to be appropriate to ap- proximate solutions to systems like ...other methods, besides the iterative Taylor ...

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TítuloEnvironmental Cross Validation of NLOS Machine Learning Classification/Mitigation with Low Cost UWB Positioning Systems

TítuloEnvironmental Cross Validation of NLOS Machine Learning Classification/Mitigation with Low Cost UWB Positioning Systems

... An MLP is a classic neural network consisting of an input layer, an output layer, and an arbitrary number of hidden layers. The problem of defining the number of layers and the number of neurons per layer is normally a ...

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Recursive and iterative algorithms for N-ary search problems

Recursive and iterative algorithms for N-ary search problems

... alternative iterative and recursive implementations of N-ary search algorithms in hardware (in field programmable gate arrays, in ...novel methods for the fast implementation of hierarchical ...The ...

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A Near extinction Event in Lynx

METHODS AND MATERIALS Molecular methods

... statistical methods now make it possible to investigate a population's history without the need for information on past population sizes ...These methods hold promise because information about a ...

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Adams methods: implementation as predictor-corrector methods

Adams methods: implementation as predictor-corrector methods

... an iterative process prior to implementation in order to obtain an explicit expression for the term z n + 1 . In return, implicit formulas provide a better approximation to the value sought. This is why Adams ...

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A survey on multi-output regression

A survey on multi-output regression

... Existing methods for multi-output regression can be categorized as: a) problem transformation methods (also known as local methods) that transform the multi-output problem into independent ...

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Enabling big data analytics in the hybrid cloud using iterative MapReduce

Enabling big data analytics in the hybrid cloud using iterative MapReduce

... accelerating iterative MapReduce ...for iterative MapReduce applications, which enables users to estimate cost-to-solution before committing extra resources from public ...real-life iterative ...

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Metric-temporal access methods

Metric-temporal access methods

... The metric spaces model [1, 2, 4, 5, 6, 10] forma- lizes the similarity search concept in nontraditional databases. This type of search is frequently found in diverse topics of computer science such as voice and image ...

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Essays on simulation methods

Essays on simulation methods

... Next, I assessed a Monte Carlo simulation model where demand functions are steeper thus storage plays a greater role and is more frequent. Tables 10 to 18 present the results of the second parameterization (3.1[2]). ...

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Bearing-only slam methods

Bearing-only slam methods

... challenge in order to implement Bearing-Only SLAM systems. Using simulations, the viability of this kind of methods is also reviewed. Later, related work representative of the state of the art, together whit a ...

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Innovative Optimal Design Methods

Innovative Optimal Design Methods

... formal methods have been developed to support design by analogy such as Synectics which is a group idea generation method that uses four types of analogies to solve problems: personal (be the problem), direct ...

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A comparison between PML, infinite elements and an iterative BEM as mesh truncation methods for HP self-adaptive procedures in electromagnetics

A comparison between PML, infinite elements and an iterative BEM as mesh truncation methods for HP self-adaptive procedures in electromagnetics

... truncation methods in the context of hp-adaptive methods: Infinite Elements, Perfectly Matched Layers and an iterative boundary element based ...These methods have been selected because they ...

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II – ITERATIVE CONSTRUCTION OF THE SIERPINSKY MEMBRANE

II – ITERATIVE CONSTRUCTION OF THE SIERPINSKY MEMBRANE

... In the first section we will present the iterative construction of the pre-fractal membrane. The second one will be devoted to the basic concepts leading to the numerical algorithm that has been used. The last ...

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